Analysis of Design Algorithms and Fabrication of a Graph-based Double-curvature Structure with Planar Hexagonal Panels
Mehdi Gorjian, Gregory A. Luhan, Stephen M. Caffey

TL;DR
This paper introduces a new computational framework for designing, simulating, and fabricating double-curvature structures using planar hexagonal panels, based on a graph representation of a subdivided triangular surface.
Contribution
It presents a novel algorithmic approach for creating and fabricating complex double-curvature structures with planar hexagonal panels from a triangular grid.
Findings
Successful implementation of the algorithm
Fabrication of planar hexagons matching mesh surfaces
Effective simulation of dynamic interactions
Abstract
This paper presents a novel algorithmic framework for the computational design, simulation, and fabrication of a hexagonal grid-based double-curvature structure with planar hexagonal panels. The journey begins with constructing a robust data structure through the meticulous subdivision of an equilateral triangle surface, forming a foundational triangular grid. This grid is the basis for a graph that encapsulates hexagons, laying the groundwork for simulating dynamic interactions and form-finding. The developed algorithm ensures a well-structured hexagonal grid data representation, and the experimental results showcase the successful implementation of the algorithm, leading to the fabrication of planar hexagons mirroring physics-generated mesh surfaces.
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Taxonomy
TopicsAdvanced Materials and Mechanics · Structural Analysis and Optimization · Topology Optimization in Engineering
